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Home » GAAHD Postdoc Seminar: Hausdorff dimension of divergent trajectories under the diagonal geodesic flow on product space of hyperbolic spaces

Seminar

GAAHD Postdoc Seminar: Hausdorff dimension of divergent trajectories under the diagonal geodesic flow on product space of hyperbolic spaces March 02, 2015 (11:45 AM PST - 12:30 PM PST)
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Location: MSRI: Simons Auditorium
Speaker(s) Lei Yang (University of Nevada)
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In this talk, we will study the behavior of trajectories of diagonal geodesic flow on product space of k copies of n-dimensional non-compact hyperbolic spaces with finite volume,  and shall show that the Hausdorff dimension of the collection of divergent trajectories is equal to k(2n-1)-\frac{n-1}{2}. This extends a result of Yitwah Cheung.

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